Chapter 6 - Materials Property charts and Material Indices Flashcards
Young Modulus (E) and Density (p)
This chart guides selection of materials for light and stiff components.
Strength against Mass density
This is the chart for designing light and strong structures. The strength for metals is the 0.2% offset yield strength.
Young Modulus against Strength
The chart for elastic design.
Applications:
- Selection of materials for springs
- Elastic Hinges
- Pivots and elastic bearings
- Yield-beforebuclking design
Specific modulus against Specific Strength
The chart for specific stiffness and strength
Applications:
- Minimum weigth design of ties and springs
- Design of rotating components to maximize rotational speed or energy storage.
Fracture toughness against Young Modulus
The chart displays both the fracture toughness Kic, and the toughness.
It allows criteria for stress and displacement limited failure criteria to be compared.
Fracture toughness against Strength
The chart for safe design against fracture.
Applications:
- The chart guides selection of materials to meet yield-before break design criteria, in assessing plastic or process-zone sizes
- In designing samples for valid fracture toughness testing.
Loss coefficient against Young’s modulus
The chart gives guidance in selecting material for low damping and for high damping.
Thermal conductivity against Electrical Conductivity
This is the chart for exploring thermal and electrical conductivities.
Thermal Conductivity against Thermal Diffusivity
The chart guides in selecting materials for thermal insulation
Thermal expansion coefficient against Thermal conductivity
The chart for assessing thermal distortion.
Linear thermal expansion against Young modulus
The chart guides in selecting materials when thermal stress is important
Strength against Maximum service temperature
The chart gives a birds-eye view of the regimes of stress and temperature in which each material class, and material, is usable.
Coefficient of friction
When two surfaces are placed in contact under a normal load and one is made to slide over the other a force opposes the motion.